
What _should_ be happening is we should be calling GMP's popcount
function when using integer-gmp.
As for your code I worry about it:
* being too lazy, so add some bang patterns or seq
* using boxed arrays, so use unboxed
* indexing arrays by Integer comparison even when those are small
integers - just index by Int.
* will never terminate with negative values. Sure it's a solution but
calling 'error' is more appropriate.
But really I hope you spend the time fixing base, not making a one-off
solution that will still be slow.
Cheers,
Thomas
On Thu, Sep 6, 2012 at 9:46 AM, Harald Bögeholz
Dear Haskell Cafe,
I am struggling with the performance of the popCount function from Data.Bits.
To be more precise: I downloaded the Haskell Platform 2012.2.0.0 from http://hackage.haskell.org/platform/ (64 bit, Mac OS X). In this version I found the popCount function to be broken. If I look in the online documentation at http://hackage.haskell.org/packages/archive/base/4.5.1.0/doc/html/src/Data-B... it is already fixed, but included with my Haskell Platform was the broken version.
Anyway, I tried this version
popCount :: Integer -> Int popCount = go 0 where go c 0 = c go c w = go (c+1) (w .&. (w - 1))
and profiling showed that my program spent 80 % of its time counting bits.
So I thought I'm clever and implement a table-based version like this:
popCount' :: Integer -> Int popCount' = go 0 where go c 0 = c go c w = go (c+1) (w .&. (w - 1))
popCountN = 10
popCountMask :: Integer popCountMask = shift 1 popCountN - 1
popCountTable :: Array Integer Int popCountTable = listArray (0, popCountMask) $ map popCount' [0 .. popCountMask]
popCount :: Integer -> Int popCount 0 = 0 popCount x = popCountTable ! (x .&. popCountMask) + popCount (x `shiftR` popCountN)
turns out this is even slower ... now my program spends 90 % of its time counting bits :-(.
Any hints?
Thanks -- Harald Bögeholz
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